| Thread | Last Post | Replies |
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| question about error variable in linear regression equation | 31 Jan 2006 22:09 GMT | 3 |
My question is regarding linear regession. In linear regression we add an error variable( which we will treat it as random variable with mean 0 and variance sigma-square) which accounts for disturbances. And using least mean square method we find out all the coefficients ...
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| Archimedes | 31 Jan 2006 20:49 GMT | 3 |
Hi, does anyone know how Archimedes managed to calculate the sides of inscribed and circumscribed n-sided polygons without using trigonometry??? This is concerning his pi algorithm using a unit circle.
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| Differential Equation | 31 Jan 2006 01:16 GMT | 13 |
I am taking a Differential Equations course and am not sure what is going on. But all joking aside... I have been asked to describe all the kinds of solutions there are for the
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| Pioneering "Geonumeracy" | 30 Jan 2006 18:00 GMT | 2 |
Our high tech triangle in Silicon Forest is innovating some promising new curriculum concepts in tandem with a South African group, teaching Logo, Squeak and then Python. The Winterhaven group, which I'm leading, is field testing a more geographical blend, featuring Google Earth ...
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| JSH: Failure of reason | 30 Jan 2006 17:19 GMT | 5 |
The problem with your society is the failure of reason. The mathematical proof I have is so short it can be given in a couple of paragraphs and dispute can be shown to be disagreements with the distributive property.
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| A simple proof in set theory | 30 Jan 2006 08:58 GMT | 5 |
Let A and B be non-empty sets. Now, cartesian product is defined as AxB={<a,b> | a \in A and b \in B}. My first question is: do elements <a,b> and <b,a> differ? For example A={1,2}, AxA={<1,1>,<1,2>,<2,1>,<2,2>}. Is <1,2>=<2,1>? I think no, but
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| helping out with basic definitions and operations | 30 Jan 2006 08:18 GMT | 2 |
I'm an undergrad student, and i desperately need help with Linear Algebra, i've been unable to find simple tutorials on the net which define stuff like subspaces, vector spaces, generating set, linear independence, basis, linear transforms, kernel, eigenvalues,
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| help with integral please? | 29 Jan 2006 22:00 GMT | 2 |
I'm tutoring someone in hydrology, which is generally not a too-heavy-on-calculus class. We're both a bit stumped on this following question, and maybe I'm making it harder than it needs to be. "logarithmic velocity distribution, u(z), in turbulent flow, is
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| Can anyone help me with this limit? | 29 Jan 2006 21:45 GMT | 5 |
does anyone know how I go about finding the limit of x-ln(1+2e^x)as x tends to (+)infinity? (N.B. ln is the natural logarithm) Any help much appreciated
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| Linear Algebra homework | 29 Jan 2006 02:05 GMT | 3 |
Can someone please help me find a solid starting point for the following Linear Algebra problem: 1.) Without directly evaluating the determinant, show that:
| sin(a) cos(a) sin(a + d) | |
| book suggestion for novice in algebra | 28 Jan 2006 04:28 GMT | 1 |
pls suggest a basic book for algebra. also note that book must be usable for self teaching with illustrations and good help. the topics that needs to be covered include groups, subgroups, cyclic group, Lagrange's theorem, homomorphism,
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| 2 questions | 27 Jan 2006 06:22 GMT | 3 |
I had a quiz in an abstract algebra class today and there was a question that I could not answere. The question was how many elements of order 4 are in S5, here 5 is a subscript. My second question is about a proof.
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| Probability - AT LEAST k successes in n bernoulli trials | 26 Jan 2006 21:11 GMT | 5 |
Ok, how do I find the probability of AT LEAST k successes in n bernoulli trials without summing them all up? Isn't there some sort of integral approximation using the normal density? Basically, what I want to appoximate is the probability of losing less than $100 after playing ...
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| <OK> DOING ASSIGNMENTS INSTEAD OF YOU | 26 Jan 2006 14:11 GMT | 1 |
Dear Students, I am a scientist, providing help for undergrad, postgrad, distance education and adult students in doing assignments, theses, projects, dissertations, writing essays, etc.
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| Linear algebra homework | 25 Jan 2006 18:08 GMT | 3 |
This was a homework problem from Elementary Linear Algebra, Ninth Edition, Howard Anton and Chris Rorres. Can someone please check it for me. I have worked through it several times and gotten different answers. Use Gauss-Jordan elimination to solve for x' and y' in terms of x ...
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